Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_092421_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 22, 2004 |
Start Time | | 2004/07/22 00:00 |
End Time | | 2004/07/23 02:00 |
Key Words | | Joule Heating |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 17.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 178.40000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Dibyendu_Sur_092421_1 |
Minimum Dst Value | | -90 |
SW Source | | ACE-L2 |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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